Complete the following stepped-out solution to show that $15+g+32\cdot\frac23$ is equivalent to $16+g$.
$15+g+3/2\cdot2/3$
$15+g+1$
$16+g$.
Inversed Property of Multiplication: $\frac23 \cdot 3 = 1$
Commutative Property of Addition: $15+1+g$
Addition: $16+g$.
Complete the following stepped-out solution to show that 15+g+32⋅23 is equivalent to 16+g. 15+g+3/2⋅2/3 15+g+__ Inverse Property of Multiplication 15+__+g Commutative Property of Addition 16+g Addition
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